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Simulink_3
- The Van der Pol Circuit using matlab
HOPF
- 延迟微分方程的数值Hopf分支分析文的主要工作就是研究一类具时滞的Van der Pol方程的Hopf分支的性质。证明了该方程精确解和数值解Hopf分支的存在性，并分析了两种情况下的Hopf分支的分支方向及周期解的稳定性。 -THE NUMERICAL ANALYSIS OF HOPF BIFURCATION FOR DELAY DIFFERENTIAL EQUATION In this paper,a class of Van der Pol equation with delay
ModelforExercise1
- Exercise 1 The following differential equations describe the Van der Pol oscillator dx/dt = μ(x − 1/3x3− y) (1) dy/dt = (1/μ)x Set μ = 1 and simulate the behaviour of this system. Illustrate the fact that, for non-zero values o
conversion
- 极化SAR矩阵的相互转换的程序，包含s、k、c、t矩阵的转换-The conversion of Pol-SAR matrixes，including s，k,c,t matrixes
f
- un conrolled rectifire load rl all pol
Duffing-Van Der Pol
- 非线性数值模拟 杜芬范德波尔方程 相图 分岔图 谱分析 庞加莱截面(Nonlinear numerical simulation, Duffen Van Boer equation, phase diagram, bifurcation, spectral analysis, Poincare cross section)
pol
- pol dc dc convertor for
Mode4_P36
- 范德波尔方程的时间响应图与相图，已经运行，可以(Matlab code Relaxation oscillation (van der pol's eqn))
FOChS
- This toolbox contains the functions which can be used to simulate some of the well-known fractional order chaotic systems, such as: - Chen's system, - Arneodo's system, - Genesio-Tesi's system, - Lorenz's system, - Newton-Leipnik's system, - Ro
0144640SARImagingUsingMATLAB
- polarimetric,sar system .basics concept